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)
![](/images/wwpdzel.jpg)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](/images/paleta-poprawiona.png)
![](/images/wwdostawa.png)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](/images/wwart.png)
Die Art der Konstruktion
- Einzelgarage mit Pultdach - Gefälle nach hinten
- Die Konstruktion besteht aus geschlossenen grundierten Vierkantprofilen - 30x50x1,5 mm.
Alternativ ist diese auch verzinkt zu erwerben (gg. Aufpreis)
- In die Konstruktion wird ein verzinktes Trapezblech (auf den Wänden -T7, auf dem Dach T-14) vernietet.
Die Blechelemente haben eine Stärke von 0,4mm
![](/images/wwnarzedzia.png)
Untergrund
Vor der Montage ist jeder Kunde verpflichtet den Untergrund, auf dem die Garage befestigt bleibt, vorzubereiten.
Die Ankerung der Garage muss sofort nach ihrer Montage ausgeführt werden.
Der Kunde befestigt eine Garage selbst.
![](/images/wwcegly.png)
Die Bodenparameter
Der Boden soll minimal um 10 cm breiter als die Garage sein
(nur wenn wi sie an einen Zaun oder eine Wand zustellen ist das nicht erforderlich.).
Die weiteren Parameter ergeben:
- die Stärke der Betonelementen Minimum 10cm
- allgemeines, das sich im niedrigstem Punkt 5cm über dem Boden befindet,
- die Auffahrt mit der 5% Steigung (5cm auf 1m).
1. Die Betonplatte- muss min. 10 cm breiter als die Garage sein, um sie frei einzubauen.
Die Dicke des Betons liegt bei min. 10cm.
2. Streifenfundament- man muss eine Platte mit der Breite 10-20 cm vorbereiten, dessen Außenabmessungen
um 10 cm breiter 10 cm als die Garage sind.
3. Betonpunkte ca. 20x20x30 cm- Bei Einzelgaragen in allen Ecken und in der Mitte der längeren Wand.
Bei Doppelgaragen (oder mehr) in allen Ecken und in der Mitte der Wände.